Question
\begin{tabular}{l} What number goes in the \( \square \) to make this equation true? \\ \( 175-\square=112-77 \) \\ A. 35 \\ B. 98 \\ C. 112 \\ D. 140 \\ E. 210 \\ \hline\end{tabular}
Ask by Cruz Clark. in South Africa
Feb 17,2025
Upstudy AI Solution
Tutor-Verified Answer
Answer
The number that goes in the square is 140.
Solution
First, calculate the right side of the equation: 112 - 77 = 35.
Now the equation becomes:
175 - □ = 35.
To solve for the missing number (□), subtract 35 from 175:
175 - 35 = 140.
Thus, the number that goes in the square is 140, which corresponds to option D.
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Simplify this solution Beyond the Answer
First, let's simplify the equation on the right side: \( 112 - 77 = 35 \). Now, rewriting the equation gives us \( 175 - \square = 35 \). To isolate the square, we can rearrange this to find \( \square \): \[ \square = 175 - 35 = 140 \] So the number that goes in the \( \square \) is \( 140 \), which corresponds to option D. If you ever find yourself stuck in a similar equation, remember that simplifying one side before tackling the other can often make the problem clearer!
